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Calculus Revisited Part 3 - Derivatives of Functions of Complex Variables

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Calculus Revisited Part 3 - Derivatives of Functions of Complex Variables




Professor Herb Gross discusses functions of a complex variable, limits, derivatives and the Cauchy-Riemann conditions. Functions of a complex variable that are differentiable everywhere are called analytic functions. In addition, Herb shows that the real and impaginary parts of an analytic function are the only functions that satisfy Laplace's equation.


Run time 34 minutes 31 seconds
Producer Professor Herbert I. Gross
Audio/Visual sound, color

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